Number Info
| ID | 58692 |
| Size | 2310 digits / 7671 bits |
| Value | 101128281073005915621386315793293117146911604097570724160558266737017389819160240882228339271231558673590700513984235112771936745233719712054141257009363691444831601425463946901187510931889117489616914978026908946599566241083006662269931752111612142144584070359852562036877648388838098894160339493267448080174610250099971428387492466977458650516600777385906331721961279081433288933047115995048777513685097227147021218620732797085528419895131859493048279374989835117875491951347156461157557412095395928957452894316413436828034180419884790887067350190803621619565408576616946099441248667704043279614334731250624495551641272571219377453585315257409084235605501636392700720394423419239516643142011144518969086614053992741562852521947441351951969235839058687028665336641842270672906971722258634157563116251090289889135110152465071017641591564052702764270588656211440010814926392138962515261570002821410693996346527331301213149177292096050388003631675748525723297985060294412604856873309482703728240728301224114149744219199071258377017397535425762098823926927560159798356703366238850025414890651078151865643587143527299526600600605059350260879756316518230992422735240285698755074903212565064968036767986347602680802308351910084038714981590314236694920139673499141954736591696109141075599874208942399135484802854207602636507181562729342280117026485033422746127111135081544762394603898508995598884012447617313107741895384565605588538095582346683654327870675542527329523131214697762451563249315461494200393779860450565832448006818154938487002207793588837862864429979808500594339041200791601308099525594073999245689748189283106928455334051116373924799812496624813871230333352268991138843001505966411003042446935420222036075166529564788474069564542052682960761091213388002858705877677860105308818730262634331040891949041337701087248555279786919865496958277023459124660470615393641345116151588444120408007271832052206242415299324759883456643718523190276053136225985144182918899973867169263058781978634113419900620836291897031753144500043232579629034852067573760000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 0.00% |
| Completed | no |
| Small factors | |
| Large cofactor | 101128281073005915621386315793293117146911604097570724160558266737017389819160240882228339271231558673590700513984235112771936745233719712054141257009363691444831601425463946901187510931889117489616914978026908946599566241083006662269931752111612142144584070359852562036877648388838098894160339493267448080174610250099971428387492466977458650516600777385906331721961279081433288933047115995048777513685097227147021218620732797085528419895131859493048279374989835117875491951347156461157557412095395928957452894316413436828034180419884790887067350190803621619565408576616946099441248667704043279614334731250624495551641272571219377453585315257409084235605501636392700720394423419239516643142011144518969086614053992741562852521947441351951969235839058687028665336641842270672906971722258634157563116251090289889135110152465071017641591564052702764270588656211440010814926392138962515261570002821410693996346527331301213149177292096050388003631675748525723297985060294412604856873309482703728240728301224114149744219199071258377017397535425762098823926927560159798356703366238850025414890651078151865643587143527299526600600605059350260879756316518230992422735240285698755074903212565064968036767986347602680802308351910084038714981590314236694920139673499141954736591696109141075599874208942399135484802854207602636507181562729342280117026485033422746127111135081544762394603898508995598884012447617313107741895384565605588538095582346683654327870675542527329523131214697762451563249315461494200393779860450565832448006818154938487002207793588837862864429979808500594339041200791601308099525594073999245689748189283106928455334051116373924799812496624813871230333352268991138843001505966411003042446935420222036075166529564788474069564542052682960761091213388002858705877677860105308818730262634331040891949041337701087248555279786919865496958277023459124660470615393641345116151588444120408007271832052206242415299324759883456643718523190276053136225985144182918899973867169263058781978634113419900620836291897031753144500043232579629034852067573760000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
101128281073005915621386315793293117146911604097570724160558266737017389819160240882228339271231558673590700513984235112771936745233719712054141257009363691444831601425463946901187510931889117489616914978026908946599566241083006662269931752111612142144584070359852562036877648388838098894160339493267448080174610250099971428387492466977458650516600777385906331721961279081433288933047115995048777513685097227147021218620732797085528419895131859493048279374989835117875491951347156461157557412095395928957452894316413436828034180419884790887067350190803621619565408576616946099441248667704043279614334731250624495551641272571219377453585315257409084235605501636392700720394423419239516643142011144518969086614053992741562852521947441351951969235839058687028665336641842270672906971722258634157563116251090289889135110152465071017641591564052702764270588656211440010814926392138962515261570002821410693996346527331301213149177292096050388003631675748525723297985060294412604856873309482703728240728301224114149744219199071258377017397535425762098823926927560159798356703366238850025414890651078151865643587143527299526600600605059350260879756316518230992422735240285698755074903212565064968036767986347602680802308351910084038714981590314236694920139673499141954736591696109141075599874208942399135484802854207602636507181562729342280117026485033422746127111135081544762394603898508995598884012447617313107741895384565605588538095582346683654327870675542527329523131214697762451563249315461494200393779860450565832448006818154938487002207793588837862864429979808500594339041200791601308099525594073999245689748189283106928455334051116373924799812496624813871230333352268991138843001505966411003042446935420222036075166529564788474069564542052682960761091213388002858705877677860105308818730262634331040891949041337701087248555279786919865496958277023459124660470615393641345116151588444120408007271832052206242415299324759883456643718523190276053136225985144182918899973867169263058781978634113419900620836291897031753144500043232579629034852067573760000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = [101128281073005915621386315793293117146911604097570724160558266737017389819160240882228339271231558673590700513984235112771936745233719712054141257009363691444831601425463946901187510931889117489616914978026908946599566241083006662269931752111612142144584070359852562036877648388838098894160339493267448080174610250099971428387492466977458650516600777385906331721961279081433288933047115995048777513685097227147021218620732797085528419895131859493048279374989835117875491951347156461157557412095395928957452894316413436828034180419884790887067350190803621619565408576616946099441248667704043279614334731250624495551641272571219377453585315257409084235605501636392700720394423419239516643142011144518969086614053992741562852521947441351951969235839058687028665336641842270672906971722258634157563116251090289889135110152465071017641591564052702764270588656211440010814926392138962515261570002821410693996346527331301213149177292096050388003631675748525723297985060294412604856873309482703728240728301224114149744219199071258377017397535425762098823926927560159798356703366238850025414890651078151865643587143527299526600600605059350260879756316518230992422735240285698755074903212565064968036767986347602680802308351910084038714981590314236694920139673499141954736591696109141075599874208942399135484802854207602636507181562729342280117026485033422746127111135081544762394603898508995598884012447617313107741895384565605588538095582346683654327870675542527329523131214697762451563249315461494200393779860450565832448006818154938487002207793588837862864429979808500594339041200791601308099525594073999245689748189283106928455334051116373924799812496624813871230333352268991138843001505966411003042446935420222036075166529564788474069564542052682960761091213388002858705877677860105308818730262634331040891949041337701087248555279786919865496958277023459124660470615393641345116151588444120408007271832052206242415299324759883456643718523190276053136225985144182918899973867169263058781978634113419900620836291897031753144500043232579629034852067573760000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001<2310>]
Categories
- n!/n# + 1 (index 883)